10.07.20
Уровни - типы, виды, назначение и устройство
УРОВНИ РАМНЫЕ
Рамный уровень представляет собой измерительный прибор, с помощью которого проверяют прямолинейность плоских и цилиндрических поверхностей, а также контролируют величину их отклонения от горизонтального и вертикального положения. Уровни широко применяются в машиностроении и высокоточном производстве.
Изготовление рамных уровней осуществляется в соответствии с действующим стандартом - ГОСТ 9392-89.
В отличие от обычного строительного уровня, рамный имеет 4 перпендикулярных плоскости и 3 выемки. Изделие имеет 2 рабочих поверхности (горизонтальную и вертикальную), расположенные под углом 90о относительно друг друга.
Корпус прибора включает 2 ампулы, запаянные с обеих сторон и наполненные жидкостью. В каждой ампуле имеется пузырек, который выступает чувствительным элементом и указывает на наличие отклонений измеряемой поверхности.
Рамные уровни рассчитаны на эксплуатацию при температуре +20С. В другом температурном режиме показания не будут считаться достоверными. По этой же причине по близости не должны находиться предметы, повышающие температуру окружающей среды.
Порядок использования уровня:
- удаление смазки и загрязнений с устройства;
- установка уровня;
- проверка нулевой установки;
- замеры.
Рамные уровни представлены в нескольких размерах (от 100 до 300 мм) с шагом в 50 мм и ценой деления – от 0,02 до 0,15 мм/м. Изделия выполнены из стали, стойкой к коррозии.
Уровни нуждаются в периодическом уходе – удалении пыли и жировых загрязнений. При возникновении царапин и других повреждений, необходимо проведение доводки, регулировки и поверки. Частота поверки зависит от интенсивности использования, но не реже одного раза в год. Изделия поставляются в защитных кейсах.
УРОВНИ БРУСКОВЫЕ
Брусковые уровни предназначены для измерения отклонений плоских и цилиндрических поверхностей от горизонтальной плоскости, а также проверки их прямолинейности. Они незаменимы в машиностроении и строительстве, при проведении геодезических, монтажных и астрономических работ. Применяются брусковые уровни и при установке станков, проведении лабораторных испытаний.
Для производства брусковых уровней используется стали и пластик. Основным элементом уровня является стеклянная ампула, заполненная спиртом или эфиром. На нижней части корпуса имеется выемка в форме призмы, позволяющая устанавливать уровень на цилиндрические поверхности. Конструкция уровня включает 2 ампулы – продольную (для отсчета) и поперечную (для контроля положения на цилиндрических поверхностях). Отмеряющим элементом является пузырек воздуха внутри ампулы, если он находится строго по середине – поверхность ровная.
Брусковые уровни имеют одну рабочую поверхность – горизонтальную, состоящую из плоского основания с призматическими канавками. Благодаря этим канавкам возможна работа с цилиндрическими поверхностями. Изделия выпускаются как с механизмом установка на ноль, так и без него.
Все изделия соответствуют требованиям государственного стандарта - ГОСТ 9392-89. Бруски-уровни представлены в нескольких типоразмерах (от 100 до 300 мм), с шагом в 50 мм и ценой деления в 0,02 или 0,05мм.
Производитель рекомендует проводить замеры при температуре окружающей среды в пределах +20оС и влажности не более 80%.
УРОВНИ С МИКРОПОДАЧЕЙ АМПУЛЫ
Уровни с микрометрической подачей ампулы (модель 110 и модель 120) используются в машиностроении и станкостроительной промышленности. С их помощью проверяют отклонение плоских и цилиндрических поверхностей относительно горизонтальной плоскости, диапазон измерений составляет -20 +4 мм/м, это больше диапазона стандартных брусковых уровней. Также уровни с микроподачей могут использоваться для проведения относительных измерений, например, отклонения от прямолинейности.
Технические особенности и принцип использования![](data:image/png;base64,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Инструмент состоит из металлического корпуса, внутри которого располагаются установочная и основная
капсулы, микропары и других вспомогательных элементов.
Трубка связана с корпусом с помощью шарниров, поэтому ампулу можно устанавливать под любым углом по отношению к рабочей поверхности. За перемещение трубки отвечает микрометрическая головка, а микроподачу осуществляют с помощью вращения винта.
Внутри ампулы находится пузырек воздуха и жидкость, незамерзающая при отрицательных температурах. На рабочей поверхности имеются призматические канавки, позволяющие устанавливать уровень на цилиндрических поверхностях разного диаметра. Цена деления равна 0,1 мм на 1м, а предел измерений – до 30 мм на 1 м длины. Малые отклонения определяются по шкале основной ампулы, при вычислении больших уклонов следует привести ампулу в нулевое положение и осуществлять отчет от шкалы микрометрической головки.
К уровню прилагается паспорт, подтверждающий его соответствие действующему стандарту.
УРОВНИ СТРОИТЕЛЬНЫЕ
Уровни используются в строительстве и машиностроении, при проведении монтажных, геодезических и других работ, требующих точного позиционирования предметов в пространстве.
Рабочим элементом уровня является герметично запаянная ампула с измерительной шкалой, внутри которой находится жидкость с пузырьком воздуха. В качестве жидкости чаще всего используют спирт, он не застывает при отрицательных температурах, а также обеспечивает быстрое перемещение пузырька внутри капсулы.
Существует несколько разновидностей инструмента:
- Пузырьковые модели получили наибольшее распространение благодаря простоте конструкции, доступности и универсальности. Корпус устройства полый, с ребрами жесткости. Погрешность измерений составляет до 1 мм на 1 м.
- Электронные приборы позволяют осуществлять измерения как по горизонтали, так и по вертикали. Они оснащены ЖК-дисплеем, отображающим величину отклонения, это удобно при проведении работ, требующих частое повторение замеров. Точность измерений – до 0,1⁰.
- Трубные модели используются для измерения положения газовых, канализационных и водопроводных труб, балок, а также строительных конструкций с круглым сечением.
- Водяной уровень имеет простую конструкцию, но несмотря на это им часто пользуются строители и каменщики. Он позволяет переносить отметки на большие расстояния и даже в соседние помещения. Погрешность измерений составляет 2-3 мм.
- Лазерный уровень относится к категории профессионального оборудования. Он отличается высокой точностью, позволяет строить вертикальные, горизонтальные и наклонные плоскости на расстоянии нескольких десятков метров, а погрешность измерений составляет всего 0,1-1 мм на 1 м.
Встроенные в корпус магниты позволяют уровню легко фиксироваться на металлических поверхностях, обеспечивая удобство работы.
Выбирая строительный уровень необходимо учитывать назначение каждой модели, а также предстоящий объем работ. Нет необходимости переплачивать за профессиональный инструмент при выполнении косметического ремонта, но и надеяться на точность пузырькового уровня при строительстве дома тоже не стоит.